Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit256-08-20020224_012000_20020224_060500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/24 |
Start Time | | 2002/02/24 01:20 |
End Time | | 2002/02/24 06:03 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 20.65 |
Dipole Tilt, in Y-Z GSE plane, deg | | -26.74 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 188.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit256-08-20020224_012000_20020224_060500-constBx0 |
Minimum Dst Value | | -5 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Cluster-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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